answered by Nakul (70.1k points) selected by faiz. dy/dxln (c)/ (xln (x)2) so thats what it is, d/dx ( log (basex) (c)) ln (c)/ (xln (x)2) I hope this helped. jee jee mains Share It On Facebook Twitter Email. divide by ln (x) yln (c)/ln (x) now, take the derivative of both sides (You need the chain rule for this part which you might not know yet.
Graph of part of the natural logarithm function. x 2 is equal to (A) 1/2x 2 log e 10 (B) 2/x 2 log 10 e (C) 1/2x 2 log 10 e (D) none of these.